Complementary Coded Waveforms Sets in Marine Radar Application
Yıl 2018,
Cilt: 2 Sayı: 2, 136 - 147, 31.12.2018
Vitaliy Koshevyy
Öz
Complementary coded waveform and mismatched filter pairs sets are used. On the contrary with Golays matched waveform filter pair the mismatched waveform filter pair does exist for all N (number pulses in waveform). Using corresponding shapes of filters and proper chosen of waveforms Doppler tolerance may be provided. This property together with a good range side-lobs level suppression makes it’s attractable for use in marine radar.
Kaynakça
- [1] Marine radar. Edited by V.I. Vinokurov. (In Russian) - L. Sudoctroenie, 1986.
- [2] Radar Handbook. Editor-In-Chief M.I. Skolnik. McGraw-Hill Book Company, 1970.
- [3] N. Levanon, E. Mozeson. Radar Signals. – Wiley-Interscience, 2004.
- [4] W.D.Rummler. ’Clutter Suppression by Complex Weighting of Coherent Pulse Trains.”IEEE Trans. on AES. Vol. AES-2. No.6. pp. 810-818. Nov.1966.
- [5] W.D.Rummler. “A Technique for Improving the Clutter Performance of Coherent Pulse Train Signals.”IEEE Trans. on AES. vol. AES-3. No.6. pp. 898-906. Nov. 1967.
- [6] D.F. Delong. Jr. and E.M. Hofstetter. ‘ On the Design of Optimum Radar Waveforms for Clutter rejection.” IEEE Trans. on IT. Vol. IT-13. No.3. pp. 454-463. July 1967.
- [7] L.J. Spafford. ”Optimum Radar Signal Processing in Clutter.” IEEE Trans. on IT. Vol. I14. No.5. pp. 734-743. Sept. 1968.
- [8] C.A. Statt and L.J. Spafford. “A “Best” Mismatched Filter Response for Radar Clutter Discrimination .” IEEE Trans. on IT. vol. IT-14. No. 2. pp. 280-287. Mar. 1968.
- [9] V.T. Dolgochub and M.B. Sverdlik. “Generalized v-filters.” Radio Engeneering and Electronic Physics. Vol. 15. pp.147-150. January 1970.
- [10] Y.I. Abramovich and Sverdlik. “Synthesis of a filter which maximizes the signsl-to-noise ratio under additional quadratic constraints.’ Radio Engineering and Electronic Physics. vol. 15. pp. 1977-1984. Nov. 1970.
- [11] P. Stoica, J. Li, M. Xue. “Transmit Codes and Receive Filters for Pulse Compression Radar Systems.” IEEE Signal Processing Mag. vol. 25. no. 6. pp.815-845. Nov. 2008.
- [12] V.M. Koshevyy, M.B Sverdlik .’Synthesis of Signal – Filer pair under additional constraints’. Radio Engineering and Electronics. vol 21. no.6. pp. 1227-1234. June 1976.
- [13] M.J.E. Golay,”Complementary series,” IRE Trans. Inform. Theory, vol. IT-7, pp 82-87, Apr. 1961.
- [14] C.C. Tsehg, C.L. Liu, “Complementary sets of sequences,” IEEE Trans. Inform. Theory, vol. IT-18, no. 5, pp. 644-652, Sept. 1972.
- [15] S.D. Howard, A.R. Calderbank, W. Moran,”A Simple Ploarization Diversity Scheme for Radar Detection,” Proc. of Second Int. Conf. on waveform Diversity and Design, Lihue, HI, pp. 22-27, Jan. 2006.
- [16] S. Alamouti,”A Simple Transmit Diversity Technique for Wirless Communication,” IEEE J. Select. Areas Comm., vol. 16,, no. 8, pp.1451-1458, Oct. 1998.
- [17] T.R. Qureshi, M.D. Zolowski, R. Caldebank,”Target detection in MIMO radarin the presence of Doppler using complementary sequences,” Proc. ICASSP-2010,pp.2766-2769.
- [18] A. Pezeshki, A. R. Calderbank, W. Moran, S. D. Howard,”Doppler resilient Golay complementary waveforms,” IEEE Trans. Inform. Theory, vol. 54, no. 9, pp.4254-4266, Sep. 2008.
- [19] V.M. Koshevyy. “Synthesis of Waveform-Filter pairs under Additional Constraints with Group-Complementary Properties” IEEE, Radar Conference 2015, May 2015, Arlington,VA (USA), pp.0616-0621.
- [20] V.M. Koshevyy. “Efficiency of Filter Synthesis under Additional Constaints with Group-Complementary Properties” IEEE, 2016 International Conference “Radioelectronics & InfoCommunications” (UkrMiCo), September 11-16, 2016, Kiev, Ukraine, pp. 978-982
- [21] A.W. Rihachek. Principles of High Resolution Radar. New York: Mc Graw-Hill. 1969 .pp. 153.
- [22] V.M. Koshevyy. Synthesis of multi frequency codes under additional constraints Radio Engineering and Electronics. Vol 29.N11 . 1984.
- [23] V.M. Koshevyy , M.B. Sverdlik. Joint ptimization of Signal and Filter in the Problems of Extraction of Signals from Interfering Reflections. Radio Engineering and Electronic Physics. Vol.20. N 10 pp.48-55.
- [24] Glenn Weathers, Edvard M. Holiday. Group-Complementary Array Coding for Radar Clutter Rejection. IEEE Trans. On Aerospace and Electronic System . Vol . AES-19. N3 May 1983.
- [25] Bi, J. Rohling, H. Complementary Binary Code Design based on Mismatched Filter. IEEE Trans. on Aerospace and Electronic System, Vol. 48, N2, January 2012.
- [26] V.M. Koshevyy, M.B. Sverdlik,“ On one property of an optimum signal” Radio Engineering and Electronic Physics. 1977, No. 10, Vol. 22, pp.73-75.
- [27] V. Koshevyy, V. Popova “Complementary coded waveforms sets in marine radar application”. IEEE first Ukraine conference on electrical and computer engineering ( UKRCON), 2017, pp.215 – 220.
Complementary Coded Waveforms Sets in Marine Radar Application
Yıl 2018,
Cilt: 2 Sayı: 2, 136 - 147, 31.12.2018
Vitaliy Koshevyy
Öz
Complementary coded waveform and mismatched filter
pairs sets are used. On the contrary with Golays matched waveform filter pair
the mismatched waveform filter pair does exist for all N (number pulses in
waveform). Using corresponding shapes of filters and proper chosen of waveforms
Doppler tolerance may be provided. This property together with a good range
side-lobs level suppression makes it’s attractable for use in marine radar.
Kaynakça
- [1] Marine radar. Edited by V.I. Vinokurov. (In Russian) - L. Sudoctroenie, 1986.
- [2] Radar Handbook. Editor-In-Chief M.I. Skolnik. McGraw-Hill Book Company, 1970.
- [3] N. Levanon, E. Mozeson. Radar Signals. – Wiley-Interscience, 2004.
- [4] W.D.Rummler. ’Clutter Suppression by Complex Weighting of Coherent Pulse Trains.”IEEE Trans. on AES. Vol. AES-2. No.6. pp. 810-818. Nov.1966.
- [5] W.D.Rummler. “A Technique for Improving the Clutter Performance of Coherent Pulse Train Signals.”IEEE Trans. on AES. vol. AES-3. No.6. pp. 898-906. Nov. 1967.
- [6] D.F. Delong. Jr. and E.M. Hofstetter. ‘ On the Design of Optimum Radar Waveforms for Clutter rejection.” IEEE Trans. on IT. Vol. IT-13. No.3. pp. 454-463. July 1967.
- [7] L.J. Spafford. ”Optimum Radar Signal Processing in Clutter.” IEEE Trans. on IT. Vol. I14. No.5. pp. 734-743. Sept. 1968.
- [8] C.A. Statt and L.J. Spafford. “A “Best” Mismatched Filter Response for Radar Clutter Discrimination .” IEEE Trans. on IT. vol. IT-14. No. 2. pp. 280-287. Mar. 1968.
- [9] V.T. Dolgochub and M.B. Sverdlik. “Generalized v-filters.” Radio Engeneering and Electronic Physics. Vol. 15. pp.147-150. January 1970.
- [10] Y.I. Abramovich and Sverdlik. “Synthesis of a filter which maximizes the signsl-to-noise ratio under additional quadratic constraints.’ Radio Engineering and Electronic Physics. vol. 15. pp. 1977-1984. Nov. 1970.
- [11] P. Stoica, J. Li, M. Xue. “Transmit Codes and Receive Filters for Pulse Compression Radar Systems.” IEEE Signal Processing Mag. vol. 25. no. 6. pp.815-845. Nov. 2008.
- [12] V.M. Koshevyy, M.B Sverdlik .’Synthesis of Signal – Filer pair under additional constraints’. Radio Engineering and Electronics. vol 21. no.6. pp. 1227-1234. June 1976.
- [13] M.J.E. Golay,”Complementary series,” IRE Trans. Inform. Theory, vol. IT-7, pp 82-87, Apr. 1961.
- [14] C.C. Tsehg, C.L. Liu, “Complementary sets of sequences,” IEEE Trans. Inform. Theory, vol. IT-18, no. 5, pp. 644-652, Sept. 1972.
- [15] S.D. Howard, A.R. Calderbank, W. Moran,”A Simple Ploarization Diversity Scheme for Radar Detection,” Proc. of Second Int. Conf. on waveform Diversity and Design, Lihue, HI, pp. 22-27, Jan. 2006.
- [16] S. Alamouti,”A Simple Transmit Diversity Technique for Wirless Communication,” IEEE J. Select. Areas Comm., vol. 16,, no. 8, pp.1451-1458, Oct. 1998.
- [17] T.R. Qureshi, M.D. Zolowski, R. Caldebank,”Target detection in MIMO radarin the presence of Doppler using complementary sequences,” Proc. ICASSP-2010,pp.2766-2769.
- [18] A. Pezeshki, A. R. Calderbank, W. Moran, S. D. Howard,”Doppler resilient Golay complementary waveforms,” IEEE Trans. Inform. Theory, vol. 54, no. 9, pp.4254-4266, Sep. 2008.
- [19] V.M. Koshevyy. “Synthesis of Waveform-Filter pairs under Additional Constraints with Group-Complementary Properties” IEEE, Radar Conference 2015, May 2015, Arlington,VA (USA), pp.0616-0621.
- [20] V.M. Koshevyy. “Efficiency of Filter Synthesis under Additional Constaints with Group-Complementary Properties” IEEE, 2016 International Conference “Radioelectronics & InfoCommunications” (UkrMiCo), September 11-16, 2016, Kiev, Ukraine, pp. 978-982
- [21] A.W. Rihachek. Principles of High Resolution Radar. New York: Mc Graw-Hill. 1969 .pp. 153.
- [22] V.M. Koshevyy. Synthesis of multi frequency codes under additional constraints Radio Engineering and Electronics. Vol 29.N11 . 1984.
- [23] V.M. Koshevyy , M.B. Sverdlik. Joint ptimization of Signal and Filter in the Problems of Extraction of Signals from Interfering Reflections. Radio Engineering and Electronic Physics. Vol.20. N 10 pp.48-55.
- [24] Glenn Weathers, Edvard M. Holiday. Group-Complementary Array Coding for Radar Clutter Rejection. IEEE Trans. On Aerospace and Electronic System . Vol . AES-19. N3 May 1983.
- [25] Bi, J. Rohling, H. Complementary Binary Code Design based on Mismatched Filter. IEEE Trans. on Aerospace and Electronic System, Vol. 48, N2, January 2012.
- [26] V.M. Koshevyy, M.B. Sverdlik,“ On one property of an optimum signal” Radio Engineering and Electronic Physics. 1977, No. 10, Vol. 22, pp.73-75.
- [27] V. Koshevyy, V. Popova “Complementary coded waveforms sets in marine radar application”. IEEE first Ukraine conference on electrical and computer engineering ( UKRCON), 2017, pp.215 – 220.